On the Automorphism Groups and Equivalence of Cyclic Combinatorial Objects
Kenza Guenda, Thomas Aaron Gulliver · arXiv (Cornell University) · 2012
We determine the permutation groups that arise as the automorphism groups of cyclic combinatorial objects. As special cases we classify the automorphism groups of cyclic codes. We also give the permutations by which two cyclic combinatorial objects on $p^m$ elements are equivalent.